Read other articles:
Goodbye MotherPoster filmNama lainVietnamThưa mẹ con đi SutradaraTrịnh Đình Lê MinhPemeranLãnh ThanhVõ Điền Gia HuyHồng ĐàoTanggal rilis 16 Agustus 2019 (2019-08-16) Durasi106 menitNegaraVietnamBahasaVietnam Goodbye Mother (bahasa Vietnam: Thưa mẹ con đi) adalah film sosio-psikologis Vietnam yang mengangkat tema isu LGBT. Film ini menandai debut penyutradaraan dari Trịnh Đình Lê Minh. Film ini dirilis pada tahun 2019 dan menampilkan pemeran utama yait...
Disambiguazione – Legnanesi rimanda qui. Se stai cercando la compagnia teatrale italiana, vedi I Legnanesi. Disambiguazione – Se stai cercando altri significati, vedi Legnano (disambigua). LegnanocomuneCittà di Legnano Legnano – VedutaPiazza e basilica di San Magno LocalizzazioneStato Italia Regione Lombardia Città metropolitana Milano AmministrazioneSindacoLorenzo Radice (PD) dal 5-10-2020 Data di istituzioneanno 1261[N 1][1] Territor...
Radio station in Sweetwater, Texas KXOXSweetwater, TexasBroadcast areaSweetwater/AbileneFrequencyKXOX-FM: 96.7 MHzKXOX-AM: 1240 kHzBrandingKXOXProgrammingFormatCountryOwnershipOwnerStein Broadcasting CompanyHistoryFirst air dateLate 1930sTechnical informationClassKXOX-FM: AKXOX-AM: CPowerKXOX-AM: 1000 WattsERPKXOX-FM: 2,900 WattsLinksWebsitehttp://www.kxox.net KXOX is a radio station in the Sweetwater, Texas, area, simulcast on 96.7 FM and 1240 AM. The station's format is country music. The s...
Anunsiasi karya Paolo de Matteis Malaikat Agung atau Penghulu Malaikat (bahasa Latin: Archangelus; Yunani: Αρχάγγελος, Arkanggelos) adalah malaikat yang berpangkat tinggi. Banyak agama meyakini keberadaan makhluk-makluk gaib dengan penggambaran yang mirip sekali dengan Malaikat Agung, tetapi istilah Malaikat Agung lazimnya berkaitan dengan agama-agama Abrahamik. Istilah Malaikat Agung maupun Penghulu Malaikat adalah frasa yang digunakan sebagai padanan kata Yunani Αρχάγ...
العلاقات الأرجنتينية الناوروية الأرجنتين ناورو الأرجنتين ناورو تعديل مصدري - تعديل العلاقات الأرجنتينية الناوروية هي العلاقات الثنائية التي تجمع بين الأرجنتين وناورو.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: و�...
Pour les articles homonymes, voir Hadès (homonymie). Hadès Dieu de la religion grecque antique apparaissant dans la mythologie grecque Buste d'Hadès, copie romaine d'après un original grec du Ve siècle avant notre ère, palais Altemps. Caractéristiques Autre(s) nom(s) Pluton, Le riche, Aidôneus Nom ᾍδης / Ἅιδης Fonction principale Dieu des Enfers Résidence Enfers grecs Équivalent(s) par syncrétisme Pluton, Sarapis, Aita Compagnon(s) Cerbère Région de culte Grèce ...
Irish-born Roman Catholic bishop The Most ReverendMichael Kelly4th Archbishop of SydneyKelly pictured at the 1939 Saint Patrick's Day celebrations held at the Sydney Showgrounds in Paddington, Sydney. Image captured by Sam Hood.ChurchRoman CatholicArchdioceseSydneyInstalled16 August 1911 (1911-08-16)Term ended8 March 1940 (1940-03-08)PredecessorPatrick MoranSuccessorNorman Thomas GilroyOther post(s)Archbishop of AchridaOrdersOrdination1 November 1872...
Conan O'BrienO'Brien di San Diego Comic-Con 2019Nama lahirConan Christopher O'BrienLahir18 April 1963 (umur 61) Brookline, MassachusettsMediaTelevisiKebangsaan Amerika SerikatTahun aktif1985—SekarangGenreKomedi Improvisasi, Sketsa komedi, Komedi fisik, Surreal humor, self-deprecationDipengaruhiJohnny Carson, Woody Allen, David Letterman, Robin Williams, Rodney Dangerfield, Mel Brooks, Bob Newhart, Bill MurraySuami/istriElizabeth Ann Powell (2002—sekarang) (2 anak)Karya terkenal ...
Bupati Halmahera TimurLambang Kabupaten Halmahera TimurPetahanaUbaid Yakubsejak 26 Februari 2021KediamanPendapa Kabupaten Halmahera TimurMasa jabatan5 tahunDibentuk2003Pejabat pertamaKahar Taslim (Penjabat)Welhelmus Tahalele (definitif) Berikut ini adalah Daftar Bupati Halmahera Timur dari masa ke masa.[1] No. Potret Bupati Mulai menjabat Akhir menjabat Partai Wakil Bupati Periode Ref. 1 Welhelmus Tahalele 2005 2010 Hanura Rudi Erawan 1 2 Rudi Erawan 30 Agustus 2010 30 Agu...
This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article may be written from a fan's point of view, rather than a neutral point of view. Please clean it up to conform to a higher standard of quality, and to make it neutral in tone. (November 2021) (Learn how and when to remove this message) This biography of a living person needs additional citations for verification. Please help by a...
Prestel PublishingParent companyPenguin Random HouseFounded1924; 100 years ago (1924)FounderHermann LoebCountry of originGermanyHeadquarters locationMunichDistributionself-distributed (Germany)Innovative Logistics (US fulfillment)Grantham Book Services (UK)Interart (France)Exhibitions International (Belgium)Peribo (Australia)Nationwide Book Distributors (New Zealand)Jacana Media (South Africa)[1]Publication typesBooksNonfiction topicsart, architecture, photography a...
† Палеопропитеки Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:СинапсидыКласс:�...
مغارة هرقلمعلومات عامةالمكان رأس سبارطيل، المغربالبلد المغرب الإحداثيات 35°45′37″N 5°56′21″W / 35.7603°N 5.9392°W / 35.7603; -5.9392 الجيولوجيا حجر جيريالمداخل 2[1]الفتح الاستعراضي 1920[1]الإضاءة Electric[1]تعديل - تعديل مصدري - تعديل ويكي بيانات مغارة هرقل هي مغارة تقع �...
Process for maintaining consistency of a product attributes with its design This article is about the broad systems engineering process. For the specific ITIL process, see Configuration Management (ITSM). This article may need to be rewritten to comply with Wikipedia's quality standards. You can help. The talk page may contain suggestions. (November 2023) Business administration Management of a business Accounting Management accounting Financial accounting Audit Business entity (list) Corpora...
Burnhope SeatBurnhope Seat SummitHighest pointElevation747 m (2,451 ft)Prominence190 m (620 ft)Parent peakCross FellListingHewitt, Marilyn, NuttallGeographyLocationCumbria and County Durham, EnglandParent rangeNorth PenninesOS gridNY785375Topo mapOS Landranger 91 Burnhope Seat is a high moorland fell in the North Pennines Area of Outstanding Natural Beauty (AONB) in northern England. It lies between the heads of the Rivers Tees, South Tyne and Wear. The summit is cro...
Park in Mohave County, Arizona Cattail Cove State ParkCattail Cove State Park, March 2015Location of Cattail Cove State Park in ArizonaLocationMohave, Arizona, United StatesCoordinates34°21′2″N 114°10′12″W / 34.35056°N 114.17000°W / 34.35056; -114.17000Area2,000 acres (8.1 km2)Established1970Visitors86,385 (in 2022)[1]Governing bodyArizona State Parks Cattail Cove State Park is a state park of Arizona, USA, on the shore of Lake Ha...
الدوري السويدي الدرجة الأولى 2015 تفاصيل الموسم الدوري السويدي الدرجة الأولى البلد السويد البطل نادي دلكورد مباريات ملعوبة 364 الدوري السويدي الدرجة الأولى 2014 2016 Division 1 (Swedish football) تعديل مصدري - تعديل الدوري السويدي الدرجة الأولى 2015 (بالسويدية: Division 1 i fo...
У этого термина существуют и другие значения, см. Вечера на хуторе близ Диканьки (значения). Вечера на хуторе близ Диканьки Жанр Повести Автор Гоголь, Николай Васильевич Язык оригинала русский Дата написания 1829—1832 Дата первой публикации 1831,1832 Текст произведения в Виките�...
Largest pyramid in the Giza Necropolis, Egypt Great Pyramid redirects here. For the pyramid in Mexico, see Great Pyramid of Cholula. Great Pyramid of GizaThe Great Pyramid in March 2005Khufu (Dynasty IV)Coordinates29°58′45″N 31°08′03″E / 29.97917°N 31.13417°E / 29.97917; 31.13417Ancient nameAkhet KhufuKhufu's Horizon[1]ArchitectHemiunu (presumed)Constructedc. 2600 BC (Old Kingdom)c. 4600 years agoTypeTrue pyramidMaterialLimestone, mortar...
Triángulo ABC cortado por la recta EDF. El teorema de Menelao, atribuido a Menelao de Alejandría, es un teorema acerca de triángulos en geometría plana. Considerando los puntos A, B, C, vértices del triángulo ABC, y los puntos D, E, F que se encuentran en las rectas BC, AC, AB, entonces los puntos D, E, F estarán en la misma recta cuando y solo cuando: E A ¯ E C ¯ ⋅ D C ¯ D B ¯ ⋅ F B ¯ F A ¯ = 1 {\displaystyle {\frac {\overline {E...